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Algebraic Topology Class Notes (PDF 119P) This book covers the following topics: The Mayer-Vietoris Sequence in Homology, CW Complexes, Cellular Homology,Cohomology ring, Homology with Coefficient, Lefschetz Fixed Point theorem, Cohomology, Axioms for Unreduced Cohomology, Eilenberg-Steenrod axioms, Construction of a Cohomology theory, Proof of the UCT in Cohomology, Properties of Ext(A;G). Identifier HatcherAllen-AlgebraicTopology Identifier-ark ark:/13960/t5s79df79 Ocr ABBYY FineReader 11.0 Pages 552 Ppi 300 Scanner Internet Archive Python library 0.9.1. Lecture Notes on Algebraic Topology Jie Wu Department of Mathematics, National University of Singapore, Singapore 119260, Republic of Singapore, [email protected].
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$begingroup$Does anyone know where I can find (if they exist) full solutions to the exercises of Alan Hatcher's Algebraic Topology? Thanks.
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This should probably be a comment, but I felt was too long. I'm sure searching 'allen hatcher solutions' is about the best you can do with google. But look at this quote from Hatcher's personal website:
I have not written up solutions to the exercises. The main reason for this is that the book is used as a textbook at a number of universities where the problems sets count for part of a student's grade (that is how I teach the course for example). However, individuals who are studying the book on their own and would like hints for specific problems should feel free to email me and I will try to respond.
His homepage lists his email address, so if you're interested in working through his book, I have a feeling he'd be glad to answer your questions.
yunoneyunone
Algebraic Topology Tutorial
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